Causal Memory Gravity V develops the continuum-limit and emergent quantum-dynamics sector of the CMG/DPN framework. The paper studies how discrete Dynamic Planck Network degrees of freedom can give rise to effective continuum fields, operator structures, and quantum-like evolution after coarse-graining. In this formulation, quantum behavior is treated as an emergent long-wavelength description of relational network dynamics, rather than as an independent assumption imposed at the microscopic level. The document also connects the continuum construction with gauge and field-theoretic structures used in later CMG extensions, while separating structural derivations from physical calibrations that remain open. It serves as the main CMG paper linking discrete Planck-network dynamics, continuum emergence, and the effective quantum description used across the broader theory. Causal Memory Gravity V Supplement examines how SU(2)-type frame transport can emerge from relational structures on the Dynamic Planck Network. The supplement connects discrete internal frames, covariant transport, and effective continuum gauge structure within the broader CMG V construction. It serves as a focused technical companion on emergent SU(2) covariance and discrete-to-continuum frame dynamics. Causal Memory Gravity V Addendum studies the emergence of Maxwell-like gauge structure from oriented edges, plaquettes, and discrete Hodge decomposition on a Dynamic Planck Network. The addendum separates verified graph-level algebraic structure from the still-open physical calibration of the electromagnetic sector. It serves as the CMG V technical companion for plaquette curvature, Maxwell realization, and DPN graph export diagnostics. For the full CMG corpus, theory map, and related materials, visit: https://cmg.beogradpc.com/